EXISTENCE OF BOUNDARY BLOW UP SOLUTIONS FOR SINGULAR OR DEGENERATE FULLY NONLINEAR EQUATIONS
Résumé
We prove here the existence of boundary blowup solutions forfully nonlinear equations in general domains, for a nonlinearity satisfying Keller- Osserman type condition. If moreover the nonlinearity is non decreasing , we prove uniqueness for boundary blow up solutions on balls for operators related to Pucci's operators.
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